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So, whats your japanese name? Take each letter of your name and substitute it with the japanese sound to the right of the letter. A- ka * B- tu * C- mi * D- te * E- ku * F- lu * G- ji H- ri * I- ki * J- zu * K- me * L- ta * M ...
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This one was once asked (2yrs ago) by one of my friends.... Prove that among 39 sequential natural numbers there always is a number with the sum of its digits divisible by 11..... ...
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In an international meeting of n≥3 participants, 14 languages are spoken. We know that: - Any 3 participants speak a common language. - No language is spoken more that by the half of the participants. What is the least valu ...
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One lady who made a living by selling eggs had 90 eggs which she wanted to sell, so she sent her three daughters to the market, giving 10 eggs to her eldest and cleverest daughter, 30 to the second and 50 to the third. 'You'd ...
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One lady who made a living by selling eggs had 90 eggs which she wanted to sell, so she sent her three daughters to the market, giving 10 eggs to her eldest and cleverest daughter, 30 to the second and 50 to the third. 'You'd ...
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three missionaries and three cannibals need to cross a river in a boat that can hold only two people.the missionaries must be careful to never allow the cannibals to outnumber them on either shore. how can everyone cross the ...
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game guys (+2) gals (-2) game guys (+2) gals (-2) New Game GUYS(+2) N GURLZ(-2) GUYS(+2) N GURLZ(-2) HEY GUYS N GURLZZ This is the newest and hopefully a good thread. The game is simple and easy All you hafto do is.. 4 every ...
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What is the smallest number of knights that you would need to place on a chessboard so that every vacant square could be reached by a knight in one move? ...
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Here's the puzzle: A group of people live on an island. They are all perfect logicians -- if a conclusion can be logically deduced, they will do it instantly. No one knows the color of their eyes. Every night at midnight, a f ...
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Charlie has 7 cards numbered 1, 2, 3, 4, 5, 6 and 7 and randomly deals 3 of them to Alice and 3 to Bob. All three people look at the cards that they hold. Can Alice and Bob communicate with each other, in the presence of Char ...
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There are2 black hats and 3 white hats on a table. 3 men stand in a line such that the 3rd man can see the heads of the 2 bfore him, the 2nd can see the one bfore him only, and the 1st can see none. Another man came and rando ...
